Answer Happy

= In the figure, a capacitor with circular plates of radius R is connected to a source of emf e = Vm sin(wt). The maximum value of the displacement current is Id. Neglect fringing of the electric field at the edges of plates. NOTE: Give your answer in terms of the variables given, Mo and €0. (a) What is the maximum value of the current i in the circuit? d I= Id where do E is the flux in the 2 dΦΕ (b) What is the maximum value of dt region between the plates? (ΦΕ dt max (c) What is the separation d between the plates? d= (d) What is the maximum value (in time) of the magnetic field as a function of radial distance r from the center of the plates, for r > R? B(r) (e) What is the maximum value (in time) of the magnetic field as a function of radial distance r from the center of the plates, for p < R? B(r) =